Homogenization of weakly coercive integral functionals in three-dimensional linear elasticity

In this section we study a sequence of nonlinear conductivity equations which induces a nonlocal limit behavior due to the loss of the coercivity condition (3.3).... Therefore,

In the second part of this work, using Crandall-Ligget’s iteration scheme, this result will permit us to prove existence and uniqueness of entropy solutions for the

In this paper we establish a Liouville type theorem for fully nonlinear elliptic equations related to a conjecture of De Giorgi in R 2.. We prove that if the level lines of a

It is happening because this trace particularly describes taxis mobility, due to the mobility pattern and the high vehicles density, during one hour, many taxis encounter one each

We also provide in Corollary 4.5 a minimal separating basis of 18 ra- tional invariants for generic elasticity tensors (leading to a minimal weak separating basis of 19

For singular perturbation problems, a reformulation of the problem is required in order to de- rive a set of equations containing both the initial and the limit model with a

In this paper, we formulate the multiple scales method for studying the oscillators of type (3), in which the Jacobian elliptic functions are employed instead of the usual

Without this assumption and contrary to the conduction case of [13], sequences of two-dimensional elasticity problems with very stiff coefficients can induce extra terms in the